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Springer Fractal Functions Communication with Fractional Calculus

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Description

Fractal Functions Communication with Fractional Calculus by Springer offers a comprehensive exploration of the mathematical foundations and practical applications connecting fractal geometry with fractional calculus theory. This reference work bridges advanced mathematical concepts by examining how fractal functions communicate through fractional derivative and integral operations, providing researchers, mathematicians, and advanced students with essential insights into non-integer order calculus and its relationship to fractal structures. The book presents rigorous theoretical frameworks alongside contemporary research, making it invaluable for understanding complex dynamics, anomalous diffusion, and self-similar phenomena across science and engineering disciplines. Ideal for graduate-level study and professional reference, this Springer publication delivers authoritative coverage of the interplay between fractional calculus methods and fractal function behaviour.

Key Features

Springer publication providing authoritative reference material on fractal functions and fractional calculus theory.

Comprehensive coverage of advanced mathematical frameworks connecting fractal geometry with fractional derivative operations.

Suitable for graduate-level study, research applications, and professional mathematical reference needs.

Explores practical applications of fractional calculus in understanding complex dynamics and self-similar phenomena.

Bridges theoretical foundations with contemporary research developments in fractal analysis and non-integer order calculus.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
27 September 2025
Listed Since
16 May 2025

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